NFT Mint

Spellbook NFTs will not be sold by the management other than the total number sold at initial set of s. However, holders of two or more prophet NFTs can generate new spellbook NFTs (called minting) by

Minting Cost

You will need $NDT to mint. The cost required depends on the class and mint score of each prophet NFT. $NDT cost depends on two factors a. Class of original two NFTs (NFT1 and NFT2) b. cumulative mint frequency=score of each NFTs. Each NFT can mint up to 6 times.

$NDT cost of minting a new NFT: $NDT cost depends on two factors a. Class of original two NFTs (NFT1 and NFT2) b. cumulative mint frequency of each NFTs. The $NDT cost is given by

$$\text{Mint Cost} = 500 \times CCM_{1}*CCM_{2}*MSM_{1}*MSM_{2}$$

where $CCM_{1,2}$ are class cost multiplier and $MSM_{1,2}$are Mint Score multiplier for NFT1, NFT2, respectively.

$$Class Cost Multiplier=\left( \frac{\text{Total Class Earnig Power}}{\text{Initial Class Earning Power}} \right)^{1/8} \times \text{Class factor}$$

where Class Earning power is the summation of Earning Power ( =500 × Class Earning Multiplier × Level Multiplier) for all prophet NFT in a given class (”total” means current all NFT issued, and “initial” means initial 3400 NFT at the launch time). Class factor is given below.

Initial Class Earning power​

Class	Initial Class Earning power
Junior	$1,360,000$​
Senior	$478,125$
Grand Master	$102,000$
Legend	$76,500$

Class Factor

Class	Class Factor
Junior	1
Senior	1.25
Grand Master	2
Legend	3

Cumulative mint frequency multiplier is = $1 + 0.3 \times \text{Mint Score}$​

Mint Score	Mint Score Multiplier
0	1.0
1	1.3
2	1.6
3	1.9
4	2.2
5	2.5
6	2.8

Probability of classes

Minting will result in Spellbook NFTs. Upon reveals, these spellbook NFTs become prophet NFTs. Probabilities for acquiring prophet NFTs are the following.

.	.	.	Reveal Class	.	.	.	.
NFT1 Class	NFT2 Class	Spellbook Class	Junior	Senior	Grand Master	Legend
Junior	Junior	Bronze Junior	86.5%	13.0%	0.5%	0%	100.00%
Junior	Senior	Bronze Senior	80.0%	18.0%	1.5%	0.5%	100.00%
Junior	Grand Master	Bronze Grand Master	35.0%	50.0%	12.0%	3.0%	100.00%
Junior	Legend	Bronze Legend	30.0%	40.0%	15.0%	15.0%	100.00%
Senior	Senior	Silver Senior	36.0%	60.0%	3.0%	1.0%	100.00%
Senior	Grand Master	Silver Grand Master	29.0%	40.0%	25.0%	6.0%	100.00%
Senior	Legend	Silver Legend	15.0%	30.0%	30.0%	25.0%	100.00%
Grand Master	Grand Master	Gold Grand Master	25.0%	20.0%	40.0%	15.0%	100.00%
Grand Master	Legend	Gold Legend	10.0%	10.0%	50.0%	30.0%	100.00%
Legend	Legend	Rainbow Legend	15.0%	15.0%	30.0%	40.0%	100.00%

Class of prophet NFT

Name of Spellbook NFT

Reference Table for Mint Cost

For convenience, here we give the minting cost table for each classes.

To make the minting cost of NFT easier, we provide a reference table here. Since many factors go into the calculations of minting cost, here we assumed (unrealistic assumption but again, this is only for reference purpose) that 1. all prophet NFTs are Level 1 2. all spellbook NFTs are changed into prophet NFTs 2. Distribution of prophet NFTs stays the same as the initial distribution (ex 80% is Junior). In this assumption, the following is the minting cost for Junior * Junior/Senior * Senior minting where both NFTs have mint score =0.

Total Prophet NFT Number	New Prophet NFTs	Total Earning Power	Junior Junior Mint Cost	Senior Senior Mint Cost
3400	0	4033	500	781
4400	1000	5220	533	833
5400	2000	6406	561	877
7400	4000	8778	607	949
11400	8000	13523	677	1057
19400	16000	23013	773	1207
35400	32000	41993	898	1403
67400	64000	79953	1055	1648
131400	128000	155873	1247	1948

About the mint limit of each prophet NFT

One prophet can only mint up to 6 times.

Regarding the display of mint scores

After the mainnet release, the mint score of each prophet can be found from Traits.

However, we are still in the process of discussing with our team about displaying mint scores for resummoned spellbooks, so please be patient for a while.

Cooldown

Each NFT has cooldown period after minting, and it cannot mint another NFT during the cooldown period. The cooldown period is 1 day = 24 hours.